lrui89 发表于 2020-7-8 13:50:02

axure9 一个事件里实现多个用例

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不要if-else的形式,要重新走个用例

尹广磊 发表于 2020-7-8 14:47:52



鼠标移到事件后边,点击启用用例,先增加一个用例1,然后再移到事件后边,就会显示添加用例,增加用例2.

lnlymht 发表于 2021-11-5 21:09:17

为什么我的都是添加情形,再添加情形就else ,而不是用例呢
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查看完整版本: axure9 一个事件里实现多个用例